A two-stage process is used to separate impurities A and B from the useful compound C. The feed to the first stage (F1) contains 50% C, 25% A and 25% B (by mass). The final product stream (P) leaving the second stage must have a flow of 1000 lbm/day and contains 95% C. In the first stage, 90% of impurity A that comes in from the feed stream is removed. Assume no impurity B is removed in Stage 1 and no impurity A is removed in Stage 2 and all the compound C coming in with F1 is recovered in the product (P) stream. F1 F2 P Stage 1 Stage 2 Wi W2 a) Label all streams and compositions on the diagram using correct nomenclature. b) Choose a basis for your analysis. c) Perform a degree of freedom (DOF) analysis on each stage and on the overall process. a. Clearly write down all material balance equations, implicit and explicit equations you have been given to solve the problem. b. Calculate DOF based on number of unknown variables and number of equations. Can you solve the problem? d) What is the flowrate (F1) for P = 1000 lbm/day? e) What is the flow rate (F2) and percent composition of the stream entering stage 2? f) What is % A and % B in the product stream (P)?

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Steady State Model

The steady-state model typically states that the entire universe is always enlarging, although it balances a fixed average density and matter that is being constantly generated to make new galaxies, star forms at a similar rate that the previous ones get indistinguishable due to the growing range and velocity of recession.